One of the most wonderful articles about mathematics, where we
will know valuable information about mathematics and we will
learn how to become very strong in mathematics in order to become
a mathematician later and we will learn about some information
about mathematicians. We will learn about all this and more on the
Mathematics
Mathematics; Measurement is also called the most important subject
of all sciences, and the basis for its development and growth.
Mathematics is the mother of sciences. Mathematics materials vary
between abstract concepts, applied materials, mathematical terms
and theories, as well as the study of numbers, numerical operations,
numerical operations, and arithmetic. Measurement, algebra,
arithmetic, geometry, factor analysis, probability, applications of
differential and integration, calculating inheritance coefficients,
equations, solving constants and values of unknowns, mathematical
proofs, studying numbers, graphs, concepts, and patterns in it. and
terminology.
Information about mathematics
- The Greek scientist "Euclid" is considered one of the oldest founders of mathematics. He lived in the third century AD. The most famous mathematicians who are credited with establishing mathematics in general are Samos Pythagoras; who developed the science of geometry, and is called the father of modern mathematics, "and Leonorado Pisano"; who spread the numbering system throughout Europe, and "Isaac Newton"; who revolutionized mathematics, "Alan Turing"; who developed theories of artificial intelligence, and "Wilhelm Leibniz"; who invented the science of calculus, and "Rene Descartes"; who is famous for the Cartesian system, and analytical geometry, and "Bernard Riemann"; who developed several theorems in mathematics, Gauss, and Leonard Boehler, And these scientists all contributed to the spread of mathematics and the development of more important theories
- The emergence of mathematics began after man noticed the various natural phenomena, and his urgent need for calculations and measurement, whether measuring time, seasons of the year, dividing money and land, or in the operations of navigation, navigation, sea-planning, months and seafaring.
- Mathematics has the greatest credit for the development of general sciences, such as: earth and environmental sciences, chemistry, physics, and biology, and it has a prominent role in the development of human sciences in general.
- major mathematics sections; It is divided into pure mathematics, applied mathematics, discrete mathematics, and accounting mathematics.
- Mathematics subject; It is divided into many important courses, which are not completed without them, such as astronomy; It is not possible to calculate the motions of the stars, the celestial bodies, the movements of the sun and fixed stars, the distances between planets, the summer solstice, the winter solstice, the movement of the moon, and the calculation of both eclipses and lunar eclipses, except by using mathematical laws, and also the branch concerned with trigonometry, which calculates distances with very accurate calculations, in addition to To calculate areas, volumes, and heights, mathematics has made people's lives easier and made many things more clear.
Mathematicians
Mathematics are the people who specialize in the study of
mathematics, and there are two types of mathematics, theoretical
mathematics and practical mathematics. Theoretical mathematicians
are academic people who are distinguished in the study and
philosophy of mathematics, as they are appointed in the field of
scientific institutions, colleges, and universities as researchers and
trainers, and mathematicians Applied are professionals who apply
their mathematics skills to work in other disciplines, such as
engineering and physics, as they are employed in banks, financial
institutions, and insurance companies. Research agencies, public
and private school boards, as well as engineering and scientific
consulting firms, and others, but this type of scientist may not be
known as mathematicians, as they may be called by other titles
depending on the field followed. Programmers and analysts may be
called creative people in the field of computer systems, as it is called
The title of financial, quantitative, and statistician analysts for
creative people in the finance industry
How to become a mathematician
For anyone to become a mathematician, there are two paths ahead.
Either work in the field of applied mathematics, or work in the field
of theoretical mathematics (pure mathematics). Cauchy, Gauss, and
Einstein were among the most innovative scientists in the field of
mathematics, and it was noted that they had one thing in common,
which is that they all conducted wide groups of research and studies.
Therefore, in order to become a mathematician, a person may need a
set of qualifications that qualify him for this, including:
- To be good and proficient in mathematics.
- To be a lover of mathematics.
- To try to access strong evidence and proofs for mathematical models and theories.
- To have distinguished scientific degrees and not be satisfied with a bachelor’s degree, (such as a master’s and doctorate) in many fields such as arithmetic, algebra, calculus, differential equations, numerical analysis, probability, as well as topology, as these fields allow him to work as a researcher, analyst, or other
- To have the ability to analyze and think logically.
- Have a good interest in mathematical theories and techniques.
- To enjoy when he analyzes and solves mathematical problems, he must also be creative and distinguished in the field of mathematical analysis such as statistics, algebra, calculus, and others.
- To have the patience and the will to reach the desired goal.
- To listen to the advice of those who are more experienced than him regarding mathematical applications and methods.
Skills needed to become a mathematician
To become a mathematician, you must possess a set of skills,
including the following:
- Advanced thinking at a high level and high ability.
- The ability to bear fatigue and prolonged thinking to reach a solution to a specific problem.
- Accuracy in making the calculations.
- Ability to communicate ideas clearly and smoothly especially to people who lack mathematical knowledge at high levels.
How to become strong in mathematics
Mathematics is more a method than a theory, it is very important in
life matters. Here are some steps that help strengthen people in
mathematics:
- Studying during the vacation period, in order to increase the mastery of this subject, and the Internet and experts can be consulted.
- focus and not be distracted while studying; It is one of the most important things that must be taken into account when dealing with mathematics, as this subject does not accept mind wandering, nor preoccupation with friends, as it is necessary to search for a quieter place to focus in solving problems.
- Taking notes to clarify ambiguous concepts and matters, by asking the teacher for help in explaining and clarifying them in other ways, to become more clear.
- Not accumulating the material, as the mathematics subject needs to be followed up on a regular basis.
- Not to resort to cheating, because it is a harmful way to reach high grades without understanding what has been solved, and it will also lead to a student's low level of mathematics later.
- Not using the calculator when solving daily arithmetic problems, and using it only when urgently needed, such as finding the roots of incomplete squares and cubes, because using the calculator to solve daily exercises reduces thinking and the ability to solve mathematical problems.
- Memorizing the multiplication table in the primary stage, as it is one of the most important mathematical skills that the student must learn and memorize, because it helps in solving arithmetic problems faster and also facilitates the understanding of mathematics in the preparatory and secondary stages.
- learn math through games; that activate the brain.
- Have patience and self-confidence, learning mathematics may be difficult, but studying this material correctly reduces fear and increases self-confidence.
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